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Property: (right/left) free ideal ring
Definition: (right free ideal ring) All right ideals are free modules and of unique rank
Rings having property on left: 26
Rings not having property on left: 78
Rings having property on right: 24
Rings not having property on right: 78
Resources for learning about this property:
P. M. Cohn. Free ideal rings. (1964) @ .
P. M. Cohn. Free ideal rings and localization in general rings. (2006) @ .